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0%,9.9%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur55440 1s linear infinite forwards;
}
